Dark energy in quantum field theory: Implications on modern cosmology
Abstract
In this dissertation, the nature of Dark Energy (DE) is examined from both theoretical and phenomenological perspectives. The possibility of DE being a dynamic quantity in quantum field theory (QFT) in curved spacetime is studied. The primary aim is to go beyond the usual approach that relies on ad hoc fields and instead treat DE as a quantum vacuum under appropriate QFT renormalization. Specifically, the dynamic behavior of DE could arise from quantum vacuum fluctuations in the Universe, evolving alongside the background expansion. Thus, the evolution of the vacuum energy density can be expressed in terms of the Hubble function and its derivatives, $ρ_{\rm vac} =ρ_{\rm vac}(H)$. This approach yields a significant revelation: the equation of state of the quantum vacuum, derived from first principles, deviates from its traditional constant value of $w_{\rm vac}=-1$. Additionally, a new inflationary mechanism emerges in this context, rooted in the quantum effects in curved spacetime. Moreover, the thesis displays a phenomenological exploration of two related models that go beyond the $Λ$CDM model: the Brans-Dicke model with a cosmological constant and the Running Vacuum Model, which is related to the QFT calculations. These models have been tested under different datasets and scenarios to determine the constraints on their free parameters. The results of the fits are presented and discussed in relation to cosmological tensions concerning $H_0$ and $σ_8$. The conclusions drawn…
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